Experiment: Spectrophotometric Analysis of KMnO4 Solutions

Categories: Science

Introduction

A spectrophotometer is a crucial instrument in analytical chemistry, utilized to measure the absorption of light by a sample solution. By quantifying the intensity of light absorbed, a spectrophotometer enables the determination of the concentration of known chemical substances. There are various types of spectrophotometers, categorized based on the range of wavelengths they use:

  • UV-visible spectrophotometer: Utilizes light in the ultraviolet (UV) and visible ranges of the electromagnetic spectrum.

  • IR spectrophotometer: Operates in the infrared (IR) range of the electromagnetic spectrum.

In UV-visible spectrophotometry, the absorption or transmission of a substance can be assessed by observing its color. For example, a sample solution that absorbs light across all visible wavelengths appears black, while one that transmits all visible wavelengths appears white. Additionally, the complementary color of the absorbed wavelength affects the perceived color of the solution.

Beer-Lambert Law

The Beer-Lambert Law, also known as Beer's Law, establishes a linear relationship between the absorbance and concentration of a sample:

A = εlc

Where:

  • A represents absorbance (unitless).

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  • ε is the molar extinction coefficient or molar absorptivity (units of M-1cm-1).
  • l denotes the path length (in centimeters).
  • c indicates the concentration of the sample (in moles per liter).

The molar extinction coefficient varies for each molecule and is provided as a constant. By measuring absorbance and knowing the values of ε and l, the concentration of the sample can be determined.

Experimental Procedure

The experiment involved the preparation of standard solutions of KMnO4 with varying concentrations, followed by spectrophotometric analysis to determine the absorbance at different wavelengths.

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The procedure included:

Preparation of Stock Standard Solution:

To begin the experiment, a stock standard solution of 0.001M KMnO4 was prepared. This involved accurately weighing 126 mg of solid KMnO4 and transferring it quantitatively to a 100 mL volumetric flask. The flask was then filled to the mark with water to achieve the desired concentration of the stock solution. It's important to note that precision in weighing and volumetric measurements was crucial to ensure the accuracy of the concentration.

Serial Dilution for Standard Solutions:

Subsequently, a series of standard solutions with concentrations ranging from 0.0004 M to 0.001 M were prepared through serial dilution. This process involved diluting aliquots of the stock solution in 100 mL volumetric flasks with appropriate volumes of water. Each dilution step resulted in a solution with a halved concentration compared to the previous one, ensuring a systematic decrease in concentration across the series of standards.

Measurement of Absorbance:

The prepared standard solutions were then subjected to spectrophotometric analysis to determine their absorbance at various wavelengths. Using a spectrophotometer, absorbance measurements were recorded at wavelengths ranging from 410 nm to 600 nm. For each wavelength, both the reference solution (water) and the standard solution were measured to establish a baseline for absorbance readings.

Construction of Absorbance vs. Wavelength Graph:

The data obtained from absorbance measurements at different wavelengths were used to construct a graph plotting absorbance against wavelength. This graph facilitated the identification of the wavelength of maximum absorbance (λmax) for the KMnO4 solution. By examining the absorbance spectrum, the wavelength corresponding to the peak absorbance was determined, providing valuable information about the optimal wavelength for subsequent measurements.

Measurement of Absorbance at λmax:

After determining λmax, the absorbance of each standard solution was measured specifically at this wavelength (550 nm in this experiment). This step allowed for the direct comparison of absorbance values across different concentrations of KMnO4 solutions at their optimal absorbance wavelength. It provided essential data points for further analysis and interpretation of the relationship between concentration and absorbance.

Plotting Concentration vs. Absorbance Graph:

Finally, a graph plotting concentration (in moles per liter) against absorbance at λmax was constructed. This graph visualized the relationship described by Beer's Law, illustrating the linear correlation between concentration and absorbance for the KMnO4 solutions. The slope of the trend line on this graph represented the molar extinction coefficient (molar absorptivity) of KMnO4, providing quantitative information about the ability of the compound to absorb light at the specified wavelength.

Observations and Calculations

The absorption spectrum of KMnO4 and the absorbance of solutions at different concentrations (at λmax = 550 nm) were recorded:

 

S. No. Wavelength (nm) Absorbance
1 410 0.056

The results indicate that the absorbance increases with concentration, confirming Beer Lambert’s law.

Discussion

The deviation of the observed trend line in the graph of absorbance versus concentration from passing exactly through zero can be attributed to several factors inherent in the experimental process. Firstly, statistical variations in both the concentration and absorbance readings may introduce minor discrepancies in the data points, leading to deviations from perfect linearity. Additionally, residual absorbance of the solvent used in the experiment, despite efforts to account for it through the reference solution, could contribute to the observed deviation.

It is important to recognize that the slope of the trend line in the graph holds significant importance as it directly correlates to the molar extinction coefficient (ε) in the Beer-Lambert Law equation, A = εC + constant. While the deviation from zero intercept may seem anomalous at first glance, it is well within the realm of expectations and does not undermine the validity of Beer's Law in this context.

Moreover, the constant term in the Beer-Lambert Law equation encompasses various factors such as instrumental noise, stray light, and minor experimental errors, which can collectively contribute to the observed deviation. Therefore, the deviation from zero intercept serves as a reminder of the inherent complexities and limitations of experimental measurements, rather than indicating a fundamental flaw in the application of Beer's Law.

Overall, the slight deviation of the trend line from passing through zero intercept does not diminish the utility or applicability of Beer's Law in this experiment. Instead, it underscores the importance of meticulous data analysis and interpretation, considering potential sources of error and uncertainty inherent in experimental procedures.

Conclusion

The experiment conducted provided a comprehensive illustration of the practical application of spectrophotometry in the quantitative analysis of KMnO4 solutions. Through the systematic verification of Beer's Law and the precise identification of the wavelength corresponding to maximum absorbance, significant insights into the behavior and characteristics of KMnO4 were successfully obtained.

One of the primary achievements of the experiment was the validation of Beer's Law, which asserts a linear relationship between the absorbance and the concentration of a sample. By meticulously preparing standard solutions of varying concentrations and measuring their respective absorbance values, the experiment effectively demonstrated the expected linear correlation between these two parameters. This validation not only reinforces the fundamental principles of spectroscopic analysis but also highlights the robustness and reliability of Beer's Law as a quantitative tool in analytical chemistry.

Furthermore, the determination of the wavelength of maximum absorbance (λmax) for KMnO4 solutions represents another significant outcome of the experiment. This critical parameter provides crucial information about the spectral characteristics of KMnO4 and enables researchers to select the most appropriate wavelength for subsequent spectroscopic measurements. By accurately identifying λmax, researchers can optimize the sensitivity and precision of their spectrophotometric analyses, thereby enhancing the overall effectiveness of their experimental procedures.

Importantly, the insights gained from this experiment extend beyond the confines of KMnO4 analysis alone. They contribute to the broader understanding of spectroscopic techniques and their diverse applications in analytical chemistry. Spectrophotometry, with its ability to quantify the concentration of chemical species based on their interaction with electromagnetic radiation, plays a pivotal role in various fields, including environmental monitoring, pharmaceutical analysis, and biochemical research. By mastering the principles and methodologies of spectrophotometric analysis, researchers can unlock new avenues for investigating the composition, structure, and behavior of diverse chemical substances.

In conclusion, the successful execution of the experiment not only underscored the practical utility of spectrophotometry in quantifying KMnO4 solutions but also yielded valuable insights that extend to the broader realm of analytical chemistry. By confirming Beer's Law, identifying λmax, and elucidating the behavior of KMnO4, this experiment exemplifies the power of spectroscopic techniques in unraveling the mysteries of chemical phenomena. Moving forward, the knowledge and skills acquired from this experiment will undoubtedly serve as a solid foundation for future endeavors in spectroscopic analysis and beyond.

 

Updated: Feb 26, 2024
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Experiment: Spectrophotometric Analysis of KMnO4 Solutions. (2024, Feb 26). Retrieved from https://studymoose.com/document/experiment-spectrophotometric-analysis-of-kmno4-solutions

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